所谓拉弗曲线的早期发明与意大利传统中的累进税数学

IF 0.1 Q4 ECONOMICS
M. Pomini
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引用次数: 0

摘要

Domenican tonio Fausto(2008)在一篇评论文章中对上个世纪意大利辩论中发展起来的累进所得税理论进行了深入讨论。意大利经济学家积极参与了关于收入和财富累进税的辩论。总的来说,尽管有一些反对者,但累进税的想法是出于政治和社会原因而达成的。在意大利发展起来的这场关于进步性的广泛辩论中,还有一条福斯托的文章没有考虑的分析路径。关于这一主题的第一个数学贡献是由Tullio Martello在其反对累进税的论战性著作《实践中的进步》(La progressivitàin teoria e in pratica,1895)中提出的。20世纪50年代,数学经济学家、帕累托的追随者Raf faele D’Addario结束了这场辩论。达达里奥值得考虑,因为他明确引入了收入曲线。递减部分今天被称为拉弗曲线。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Early Invention of the so-called Laffer Curve and the Mathematics of the Progressive Tax in the Italian Tradition
The theories of progressive income taxation developed in the Italian debate of the last century have been discussed in depth in a review article by Domenican-tonio Fausto (2008). Italian economists have taken an active part in the debate on the progressive taxation of income and wealth. In general, despite a few oppo-nents, the idea of progressive taxation is agreed upon for political and social rea-sons. In this broad debate on progressivity developed in Italy, there is also an ana-lytical path that Fausto's article does not consider. The first mathematical contri-bution on this topic was put forward by Tullio Martello in his polemic book against the progressive tax, La progressività in teoria e in pratica (1895). The debate was concluded in the 1950s by a mathematical economist and follower of Pareto, Raf-faele D'Addario. D'Addario is worth considering because he explicitly introduced the revenue curve. The decreasing part is well known today as the Laffer curve.
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CiteScore
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